Derivative of a function using the Quotient Rule

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In this video, I showed how to use the Quotient Rule for taking the derivative of a rational function
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sqrt(1+sin(x))y = cos(x)
sqrt(1+sin(x))= cos(x)/y
y' = -1/2 cos(x)/y
and we have separable differential equation
y'+tan(x)y = -1/2sec(x)y^3
Bernoulli differential equation
Your function is particular solution of these differential equations

holyshit
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I hope you don’t forget me when you eventually do reach 250k :)

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